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Taras Agryzkov

Researcher at University of Alicante

Publications -  23
Citations -  326

Taras Agryzkov is an academic researcher from University of Alicante. The author has contributed to research in topics: Centrality & Betweenness centrality. The author has an hindex of 9, co-authored 23 publications receiving 251 citations.

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An algorithm for ranking the nodes of an urban network based on the concept of PageRank vector

TL;DR: A new method to establish a ranking of nodes in an urban network, adapting the concept of PageRank vector to urban networks, and is applied to a real example, in which a part of the city of Murcia (Spain) is considered.
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A Centrality Measure for Urban Networks Based on the Eigenvector Centrality Concept.

TL;DR: A new model of centrality for urban networks is proposed based on the concept of Eigenvector Centrality forUrban street networks which incorporates information from both topology and data residing on the nodes, and is able to measure the influence of two factors, the topology of the network and the geo-referenced data extracted from thenetwork and associated to the nodes.
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Measuring urban activities using Foursquare data and network analysis: a case study of Murcia Spain

TL;DR: The question of whether there is a relationship between the data provided by Foursquare regarding users’ tastes and preferences and fieldwork carried out in cities, especially those connected with business and leisure is considered.
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A new betweenness centrality measure based on an algorithm for ranking the nodes of a network

TL;DR: A new centrality index for urban street patterns represented as networks in geographical space that combines the idea behind the random-walk betweenness centrality measure and the idea of ranking the nodes of a network produced by an adapted PageRank algorithm is proposed.
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New highlights and a new centrality measure based on the Adapted PageRank Algorithm for urban networks

TL;DR: A centrality measure, with a practical application in urban network, has been proposed, which establishes a ranking of nodes focused on the topological data distribution and a visual comparison of the results produced by the various measures calculated from the algorithms studied.